Determine an expression for the vehicle’s speed as a function of time. The two rear wheels weigh 300 lb each and have a radius of 5 ft. The front wheel weighs 950 lb and has a radius of 3 ft. The vehicle body weighs 600 lb. Assume the wheels roll without slipping. The expression for the speed of the road roller as a function of time is given by v· = agsin(θ)v· = agsinθ .The value of a is determined to be:
Determine an expression for the vehicle’s speed as a function of time. The two rear wheels weigh 300 lb each and have a radius of 5 ft. The front wheel weighs 950 lb and has a radius of 3 ft. The vehicle body weighs 600 lb. Assume the wheels roll without slipping. The expression for the speed of the road roller as a function of time is given by v· = agsin(θ)v· = agsinθ .The value of a is determined to be:
International Edition---engineering Mechanics: Statics, 4th Edition
4th Edition
ISBN:9781305501607
Author:Andrew Pytel And Jaan Kiusalaas
Publisher:Andrew Pytel And Jaan Kiusalaas
Chapter7: Dry Friction
Section: Chapter Questions
Problem 7.11P: Solve Prob. 7.10 assuming that the pick-up truck has front-wheel drive.
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At time t = 0, the operator of the road roller disengages the transmission so that the vehicle rolls down the incline as shown in the figure. Determine an expression for the vehicle’s speed as a function of time. The two rear wheels weigh 300 lb each and have a radius of 5 ft. The front wheel weighs 950 lb and has a radius of 3 ft. The vehicle body weighs 600 lb. Assume the wheels roll without slipping. The expression for the speed of the road roller as a function of time is given by v· = agsin(θ)v· = agsinθ .The value of a is determined to be:
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